Let truth values of $ p $ be $ F $ and $ q $ be $ T $. Then, truth value of $ \sim(\sim p \vee q) $ is

Question

Let truth values of $ p $ be $ F $ and $ q $ be $ T $. Then, truth value of $ \sim(\sim p \vee q) $ is, $ T $, $ F $, Either $ T $ or $ F $, Neither $ T $ nor $ F $

MARKS App · Accepted Answer

Given that truth values of p is F & q is T . ~ p = T . We know that p ∨ q is true if at least one of them is true. ⇒ ~ p ∨ q = T ⇒ ~ ~ p ∨ q = F .

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